This guy is freaky bad-a. He is know his stuff, and I LOOVE the way he explains it. I understand it very well now. Thank you Mike! Keep up the good work in explaining it, and I love the way you present yourself. Don't ever change anything.
Hey thank you for posting this! There is something called a K-algebra ( I don't know the real name in english but it's called a K-algèbre in french) it's the combination of a vector space and a ring (like the space of matricies, you think you will talk about it someday? Great video again ^^
I will cover a bit about k-algebras. These videos are for a course I am teaching and once I am done covering the course material I plan to make some "extra" videos on this topic.
This guy is freaky bad-a. He is know his stuff, and I LOOVE the way he explains it. I understand it very well now. Thank you Mike! Keep up the good work in explaining it, and I love the way you present yourself. Don't ever change anything.
Thanks!
At 11:03...not 5-i but 6-i. One thing Michael has to learn is not to rush so much. This causes many of his tiny mistakes.
Very helpful videos. Thank you so much!!
Hey thank you for posting this! There is something called a K-algebra ( I don't know the real name in english but it's called a K-algèbre in french) it's the combination of a vector space and a ring (like the space of matricies, you think you will talk about it someday? Great video again ^^
I will cover a bit about k-algebras. These videos are for a course I am teaching and once I am done covering the course material I plan to make some "extra" videos on this topic.
@@MichaelPennMath okay I understand!! Looking forward to your next videos !!
You are the best
I love you.
i hate when they say very clearly i don
Give an example of a ring homomorphism
f: R S such that S has an identity element
but R does not.